This begs the question... Why can't four Aes Sedai defeat Rand?
fionwe1987 Send a noteboard - 03/01/2010 05:02:32 PM
You're right that I forgot about the mega-Gateway. So... linking does give an enormous advantage.
But, if four women who couldn't even be Accepted can almost match what Rand can do, why the hell can't three or four average Aes Sedai handle him?
We can explain away the shielding by saying that its a case of women linking to shield a man (though it is highly unsatisfactory, since Lanfear was almost able to shield Rand, and four average Sisters should be able to exceed her considerably when linked), but why then was Guiare Amalasan able to tackle six sisters? They must have had a simply enormous advantage over him, linked.
I can think of one answer, though I'm by no means saying this has to be it... Maybe a circle of thriteen is special... maybe it allows for a degree of precision that no other circle can match.
There's some textual support for this. For example, Egwene, in a link and using a powerful sa'angreal, thinks that a circle fo thirteen could stop her. That would be plumb impossible unless a circle of 13 gives a much greater advantage than smaller circles (like Egwene's) do.
This also explains why even the strongest man can be stopped by 13 of the weakest of women. The number of women in the circle gives them an awesome advantage.
But, if four women who couldn't even be Accepted can almost match what Rand can do, why the hell can't three or four average Aes Sedai handle him?
We can explain away the shielding by saying that its a case of women linking to shield a man (though it is highly unsatisfactory, since Lanfear was almost able to shield Rand, and four average Sisters should be able to exceed her considerably when linked), but why then was Guiare Amalasan able to tackle six sisters? They must have had a simply enormous advantage over him, linked.
I can think of one answer, though I'm by no means saying this has to be it... Maybe a circle of thriteen is special... maybe it allows for a degree of precision that no other circle can match.
There's some textual support for this. For example, Egwene, in a link and using a powerful sa'angreal, thinks that a circle fo thirteen could stop her. That would be plumb impossible unless a circle of 13 gives a much greater advantage than smaller circles (like Egwene's) do.
This also explains why even the strongest man can be stopped by 13 of the weakest of women. The number of women in the circle gives them an awesome advantage.
Magnitude of the One Power strength difference between the strongest and weakest Aes Sedai...
02/01/2010 03:47:50 PM
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Simple proof that you are wrong...
02/01/2010 04:17:25 PM
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linking gives you a huge advantage for gateways
02/01/2010 04:49:06 PM
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No...
02/01/2010 05:38:52 PM
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Further proof that the Gateway theory on strength is not accurate
03/01/2010 02:08:17 AM
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but....
03/01/2010 09:17:46 AM
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You are talking of a Mixed link
03/01/2010 02:35:01 PM
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Irrespective of what you find "improbable", the rest of us have to stick to the evidence...
03/01/2010 03:11:55 PM
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Who said I was arguing that?
03/01/2010 05:26:34 PM
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You are confusing linking gains in gateways with normal linking gains...
03/01/2010 06:49:04 PM
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That's nonsense. Nothing says other weaves are not similarly enhanced.
03/01/2010 07:29:06 PM
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I agree
03/01/2010 07:33:07 PM
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This begs the question... Why can't four Aes Sedai defeat Rand?
03/01/2010 05:02:32 PM
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Not to mention 1 Beonin can create a gateway 1/4 the size of Rand
05/01/2010 05:22:24 AM
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